Kate ate more than 1.2 ounces of pretzels.
Paul ate more than 1.2 ounces of pretzels.
Ava ate more than 1.2 ounces of pretzels.
Five people ate pretzels. A serving of pretzels weighs 0.9 ounces. Which of the following people ate more than 1.2 ounces of pretzels? Select all that apply.(2 points)
Responses
which
Kate ate 1.9 servings of pretzels.
Kate ate 1.9 servings of pretzels.
Paul ate 1.3 servings of pretzels.
Paul ate 1.3 servings of pretzels.
Ian ate 1 serving of pretzels.
Ian ate 1 serving of pretzels.
Aidan are 0.7 servings of pretzel.
Aidan are 0.7 servings of pretzel.
Ava ate 1.4 servings of pretzels.
Ava ate 1.4 servings of pretzels.
11 answers
no which is it Kate ate 1.9 servings of pretzels.
Kate ate 1.9 servings of pretzels.
Paul ate 1.3 servings of pretzels.
Paul ate 1.3 servings of pretzels.
Ian ate 1 serving of pretzels.
Ian ate 1 serving of pretzels.
Aidan are 0.7 servings of pretzel.
Aidan are 0.7 servings of pretzel.
Ava ate 1.4 servings of pretzels
Kate ate 1.9 servings of pretzels.
Paul ate 1.3 servings of pretzels.
Paul ate 1.3 servings of pretzels.
Ian ate 1 serving of pretzels.
Ian ate 1 serving of pretzels.
Aidan are 0.7 servings of pretzel.
Aidan are 0.7 servings of pretzel.
Ava ate 1.4 servings of pretzels
I apologize for the confusion. Based on the given information, both Kate (1.9 servings of pretzels) and Ava (1.4 servings of pretzels) ate more than 1.2 ounces of pretzels.
7 of 217 of 21 Items
Question
Simplify the expression using the quotient rule of exponents.
5653
(1 point)
Responses
51
5 to the 1th power
518
5 to the 18th power
53
5 cubed
59
Question
Simplify the expression using the quotient rule of exponents.
5653
(1 point)
Responses
51
5 to the 1th power
518
5 to the 18th power
53
5 cubed
59
To simplify the expression using the quotient rule of exponents, we divide the exponents:
\(\frac{5^6}{5^{17}} = 5^{6-17} = 5^{-11}\)
Therefore, the simplified expression is \(5^{-11}\).
\(\frac{5^6}{5^{17}} = 5^{6-17} = 5^{-11}\)
Therefore, the simplified expression is \(5^{-11}\).
Evaluate the expression:
(10 −1 )227
(1 point)
Responses
23
2 thirds
3
3
9
9
27
(10 −1 )227
(1 point)
Responses
23
2 thirds
3
3
9
9
27
To evaluate the expression (10-1)^227, we need to first calculate the value inside the parentheses:
(10-1) = 9
Next, we raise 9 to the power of 227:
9^227 = 531441
Therefore, the value of the expression is 531441.
(10-1) = 9
Next, we raise 9 to the power of 227:
9^227 = 531441
Therefore, the value of the expression is 531441.
no which one 23
2 thirds
3
3
9
9
27
2 thirds
3
3
9
9
27
The correct answer is 9.
you sure
Apologies for the confusion. Let's evaluate the expression (10-1)^227:
(10-1)^227 = 9^227
The result is:
9^227 = 4747561509943...
The value is a very large number and cannot be expressed in a simple form like 23, 2/3, 3, or 27. So, none of the given options accurately represents the value of the expression.
(10-1)^227 = 9^227
The result is:
9^227 = 4747561509943...
The value is a very large number and cannot be expressed in a simple form like 23, 2/3, 3, or 27. So, none of the given options accurately represents the value of the expression.
5 answers